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Model-Independent Motif Similarity Assessment tool

Project description

MIMOSA

MIMOSA (mimosa-tool) is a Python package and CLI for model-independent motif similarity assessment. It supports two complementary comparison strategies:

  • profile: compare score profiles, either from precomputed score tracks or from motif scans on sequences
  • motif: compare motif representations directly, with optional PFM reconstruction for incompatible representations

The current package version is 1.2.0.

Introduction

Transcription factors (TFs) are central regulators of gene expression. They modulate transcription by binding specific DNA segments in regulatory regions such as promoters and enhancers [1]. The DNA segment recognized by a TF is called a transcription factor binding site (TFBS). Binding sites for the same TF are similar but not identical, so they are commonly described as motifs that summarize the variability of recognized sequences [2].

Modern high-throughput assays such as ChIP-seq, HT-SELEX, and DAP-seq have produced large collections of TFBS motifs [3-5]. Position weight matrices (PWMs) and position frequency matrices (PFMs) remain the most common representation and are produced by widely used discovery tools such as MEME, STREME, and HOMER [6-8]. At the same time, many motif models now encode dependencies beyond independent nucleotide columns, including Bayesian Markov models, InMoDe, DIMONT, SiteGA-style dinucleotide models, and neural network predictors [9-21].

Motif comparison is required to decide whether a discovered pattern represents a known specificity, to cluster redundant motifs across experiments, and to infer functional relationships between TFs from similar binding preferences. Existing tools such as Tomtom, STAMP, MACRO-APE, and MoSBAT address this problem with matrix alignment, correlation, Jaccard-like, or affinity-profile approaches [22-25]. A practical limitation is that many tools assume PFM/PWM-like matrices, which makes heterogeneous comparisons harder and may lose information when dependency-aware models must be reduced to simple matrices.

MIMOSA addresses this by separating motif comparison into two workflows. The profile workflow compares recognition profiles, either supplied directly as score tracks or generated by scanning sequences with motif models. This is the most model-independent workflow and is conceptually close to affinity-profile comparison [25]. The motif workflow aligns motif matrices or tensors directly when representations are compatible; for heterogeneous inputs, it reconstructs PFMs from sequence hits and then applies the same alignment logic, similar in spirit to Tomtom-style matrix comparison [22, 26].

Methodology

Profile Comparison

profile mode converts motif behavior into positional score profiles. If inputs are motif models, MIMOSA scans the supplied FASTA sequences on both strands. If raw scores must be normalized, they are mapped to empirical -log10(FPR) values using either --background sequences or the comparison sequences themselves. This makes scores from different model families more comparable.

The workflow then selects anchor sites from the first model: either one best-scoring site per sequence, or all sites above --min-logfpr. For each anchor, MIMOSA extracts a site-centered window, evaluates compatible windows from the second model across the requested shift range and strand orientations, scores the aligned windows, and reports the best orientation and offset. The offset is target_start - query_start in the oriented alignment, so positive values mean the target starts to the right of the query. The four orientation labels are ++, +-, -+, and --.

Motif Matrix/Tensor Comparison

motif mode aligns motif representations directly. For compatible model families, the native matrix or tensor is normalized and aligned without sequence scanning. Reverse-complement candidates are evaluated, and only alignments with at least half of the shorter motif overlapping are considered.

When model families differ, or when --pfm-mode is enabled, MIMOSA reconstructs a PFM for each input model:

  1. Each model is scanned on the provided or generated sequences.
  2. The best site per sequence is collected across position and strand.
  3. Sites are ranked by score and the top --pfm-top-fraction fraction is retained.
  4. A position count matrix is built from retained sites and converted to a PFM with additive pseudocount smoothing.
  5. The reconstructed PFMs are compared with the same alignment and orientation search used for native matrices.

Similarity Metrics

MIMOSA reports higher scores as better matches for all metrics. The profile metrics operate on non-negative normalized score windows. Let $v_1$ and $v_2$ be two aligned profile vectors.

Continuous Overlap (co)

The continuous overlap coefficient, also known as the Szymkiewicz-Simpson coefficient, measures how much the smaller profile is contained in the larger one:

$$ \operatorname{CO}(v_1, v_2) = \frac{\sum_i \min(v_1^i, v_2^i)} {\min\left(\sum_i v_1^i, \sum_i v_2^i\right)} $$

Continuous Dice (dice)

The Dice coefficient normalizes the shared mass by the total mass of both profiles:

$$ \operatorname{Dice}(v_1, v_2) = \frac{2 \sum_i \min(v_1^i, v_2^i)} {\sum_i v_1^i + \sum_i v_2^i} $$

Cosine Similarity (cosine)

Cosine similarity compares the angle between two vectors:

$$ \operatorname{Cosine}(v_1, v_2) = \frac{\sum_i v_1^i v_2^i} {\sqrt{\sum_i (v_1^i)^2}\sqrt{\sum_i (v_2^i)^2}} $$

profile mode also exposes co_rowwise and dice_rowwise. These compute one score per selected window and then average finite window scores, instead of pooling all selected windows into one flattened vector. Rowwise variants are useful when many anchors are selected and each anchor should contribute more evenly.

The motif metrics operate column-by-column on aligned matrices or flattened tensors. Let $u_t$ and $v_t$ be two aligned columns at position $t$.

Pearson Correlation (pcc)

$$ \operatorname{PCC}(u_t, v_t) = \frac{\sum_k (u_{k,t} - \bar{u}t)(v{k,t} - \bar{v}t)} {\sqrt{\sum_k (u{k,t} - \bar{u}t)^2} \sqrt{\sum_k (v{k,t} - \bar{v}_t)^2}} $$

Euclidean Distance (ed)

$$ \operatorname{ED}(u_t, v_t) = \lVert u_t - v_t \rVert_2 $$

For ed, MIMOSA returns the negative mean Euclidean distance across aligned columns so that larger values still represent more similar motifs.

Column Cosine (cosine)

For motif matrices, cosine is computed column-wise and averaged across the aligned overlap:

$$ \operatorname{Cosine}(u_t, v_t) = \frac{\sum_k u_{k,t} v_{k,t}} {\sqrt{\sum_k u_{k,t}^2}\sqrt{\sum_k v_{k,t}^2}} $$

Null Hypothesis and Significance

If --permutations is greater than zero, MIMOSA estimates empirical significance with Monte Carlo null scores. For a score $S_{\text{obs}}$ and $R$ surrogate scores $S_r$, the p-value is:

$$ p = \frac{1 + \sum_{r=1}^{R} \mathbf{1}\left[S_r \ge S_{\text{obs}}\right]}{R + 1} $$

In profile mode, surrogate profiles are generated by segment-wise convolutional distortion of the observed profile. The distortion kernel size is sampled from odd values in --min-kernel-size to --max-kernel-size; the random kernel is mixed with an identity kernel according to --distortion, and optional sign flips are applied. In motif mode, the null model permutes motif columns and can also shuffle rows when --permute-rows is enabled.

Supported Inputs

Family CLI key Typical inputs
Precomputed score profiles scores FASTA-like file with numeric rows
PWM / PFM pwm .meme, .pfm, or compatible joblib-pickled GenericModel
BaMM bamm .ihbcp or a basename resolvable to .ihbcp
SiteGA sitega .mat or compatible joblib-pickled GenericModel
DiMotif / Dimont dimont .xml or compatible joblib-pickled GenericModel
Slim slim .xml or compatible joblib-pickled GenericModel

Notes:

  • profile supports all six types above, including direct scores vs scores
  • motif supports all motif families except scores
  • heterogeneous motif comparisons automatically switch to sequence-driven PFM reconstruction
  • BaMM loading uses a uniform background model; a separate background file is not required

Installation

MIMOSA requires Python 3.10+.

Install from PyPI:

uv pip install mimosa-tool

or:

pip install mimosa-tool

Install from source:

git clone https://github.com/ubercomrade/mimosa.git
cd mimosa
uv sync --group dev
uv pip install -e . --no-build-isolation

Main runtime dependencies are declared in pyproject.toml: numpy, scipy, pandas, joblib, and numba.

Quick Start

Compare two precomputed score profiles:

mimosa profile examples/scores_1.fasta examples/scores_2.fasta \
  --model1-type scores \
  --model2-type scores \
  --metric cosine

Compare two motifs through normalized score profiles:

mimosa profile examples/gata2.meme examples/gata4.meme \
  --model1-type pwm \
  --model2-type pwm \
  --fasta examples/foreground.fa \
  --background examples/background.fa \
  --metric co \
  --min-logfpr 2 \
  --window-radius 6

Compare two motifs directly:

mimosa motif examples/pif4.meme examples/gata2.meme \
  --model1-type pwm \
  --model2-type pwm \
  --metric pcc

Compare motifs from different model families in motif mode:

mimosa motif examples/sitega_stat6.mat examples/pif4.meme \
  --model1-type sitega \
  --model2-type pwm \
  --metric pcc \
  --pfm-mode

Clear cached normalized profiles:

mimosa cache clear --cache-dir .mimosa-cache

CLI Overview

The CLI exposes three top-level commands:

  • mimosa profile
  • mimosa motif
  • mimosa cache clear

Comparison commands print one JSON object to stdout. Cache maintenance also prints JSON.

Typical profile result:

{
  "query": "model_or_profile_1",
  "target": "model_or_profile_2",
  "score": 0.0,
  "offset": 0,
  "orientation": "++",
  "metric": "co",
  "n_sites": 0
}

Typical motif result:

{
  "query": "model_1",
  "target": "model_2",
  "score": 0.0,
  "offset": 0,
  "orientation": "++",
  "metric": "pcc"
}

If --permutations is greater than 0, the result may also include:

  • p-value
  • z-score
  • null_mean
  • null_std

orientation is one of ++, +-, -+, --. offset is target_start - query_start in the selected oriented alignment for both profile and motif modes.

profile Mode

profile is the general-purpose workflow for comparing positional score signals.

It supports:

  • direct scores vs scores comparisons
  • motif-vs-motif comparisons through sequence scanning
  • empirical score normalization with background calibration
  • optional on-disk caching of normalized profile bundles
  • Monte Carlo p-value estimation with surrogate profiles

If motif scanning is required and --fasta is omitted, MIMOSA generates random A/C/G/T sequences with:

  • --num-sequences default 1000
  • --seq-length default 200

If --background is provided, normalization is fitted on those sequences and applied to the comparison set. If omitted, normalization is fitted on the same sequence set used for comparison. The hidden legacy alias --promoters is still accepted for compatibility, but --background is the documented name.

Supported metrics:

  • co
  • co_rowwise
  • dice
  • dice_rowwise
  • cosine

Important arguments:

Flag Meaning
--model1-type, --model2-type scores, pwm, bamm, sitega, dimont, slim
--fasta FASTA sequences used to scan motif inputs
--background FASTA used to calibrate empirical profile normalization
--num-sequences number of random sequences when --fasta is omitted
--seq-length random sequence length when --fasta is omitted
--metric co, co_rowwise, dice, dice_rowwise, or cosine
--permutations number of surrogate-profile permutations
--distortion surrogate distortion level, default 0.4
--search-range maximum motif shift explored, default 10
--window-radius site-centered half-window size, default 10
--realign-window local target-anchor realignment half-width, default 3
--min-kernel-size minimum surrogate kernel size, default 3
--max-kernel-size maximum surrogate kernel size, default 11
--min-logfpr empirical log-tail threshold for anchors; omitted or 0 uses one best anchor per sequence
--cache off or on
--cache-dir cache directory, default .mimosa-cache
--seed random seed, default 127
--jobs number of parallel jobs, default -1
-v, --verbose verbose logging

Example with two motif models:

mimosa profile examples/myog.ihbcp examples/pif4.meme \
  --model1-type bamm \
  --model2-type pwm \
  --metric co \
  --permutations 100

motif Mode

motif compares motif representations directly.

Supported metrics:

  • pcc
  • ed
  • cosine

Execution rules:

  • if model types match and --pfm-mode is not enabled, MIMOSA aligns native matrices or tensors directly
  • if model types differ, MIMOSA reconstructs PFMs from sequences automatically
  • --pfm-mode forces PFM reconstruction even when both inputs use the same model family

If PFM reconstruction is required and --fasta is omitted, MIMOSA generates random A/C/G/T sequences with:

  • --num-sequences default 20000
  • --seq-length default 100

Important arguments:

Flag Meaning
--model1-type, --model2-type pwm, bamm, sitega, dimont, slim
--fasta optional FASTA for PFM reconstruction
--num-sequences number of random sequences when --fasta is omitted
--seq-length random sequence length when --fasta is omitted
--metric pcc, ed, or cosine
--permutations number of Monte Carlo permutations
--permute-rows also shuffle alphabet rows during null generation
--pfm-mode force sequence-driven PFM reconstruction
--pfm-top-fraction top fraction of reconstructed hits used for PFM building, default 0.05
--seed random seed, default 127
--jobs number of parallel jobs, default -1
-v, --verbose verbose logging

Example:

mimosa motif examples/sitega_gata2.mat examples/pif4.meme \
  --model1-type sitega \
  --model2-type pwm \
  --metric ed \
  --permutations 100 \
  --pfm-mode

cache Command

mimosa cache clear removes derived profile artifacts created by mimosa profile --cache on.

mimosa cache clear --cache-dir .mimosa-cache

The command prints:

{
  "cache_dir": ".mimosa-cache",
  "removed": 0
}

Python API

The public API is exported from src/mimosa/init.py.

High-level comparison helpers:

  • compare_motifs(...)
  • compare_one_to_many(...)
  • create_config(...)
  • create_many_config(...)
  • run_comparison(...)
  • run_one_to_many(...)
  • create_comparator_config(...)
  • compare(...)

Model and scanning helpers:

  • read_model(...)
  • scan_model(...)
  • get_scores(...)
  • get_frequencies(...)
  • get_sites(...)
  • get_pfm(...)
  • register_model_handler(...)

Strand-aware scanning and site helpers accept strand="best", "+", "-", or "both". "best" collapses the two strands by taking the best score per position, while "both" keeps + and - predictions as separate observations for threshold calibration and site extraction. Threshold-table calibration and site/PFM reconstruction use "both" by default.

Types and utility exports:

  • GenericModel
  • StrandMode
  • ComparisonConfig
  • OneToManyConfig
  • ComparatorConfig
  • clear_cache(...)

Single comparison example:

from mimosa import compare_motifs

result = compare_motifs(
    "examples/gata2.meme",
    "examples/gata4.meme",
    model1_type="pwm",
    model2_type="pwm",
    strategy="profile",
    sequences="examples/foreground.fa",
    background="examples/background.fa",
    metric="co",
    min_logfpr=2.0,
)

One-vs-many example:

from mimosa import compare_one_to_many

results = compare_one_to_many(
    "examples/pif4.meme",
    [
        "examples/gata2.meme",
        "examples/foxa2.meme",
    ],
    query_type="pwm",
    target_type="pwm",
    strategy="motif",
    metric="pcc",
)

Site extraction and PFM reconstruction example:

from mimosa import get_pfm, get_sites, read_model
from mimosa.io import read_fasta

model = read_model("examples/pif4.meme", "pwm")
sequences = read_fasta("examples/foreground.fa")

sites = get_sites(model, sequences, mode="best", strand="both")
pfm = get_pfm(model, sequences, mode="best", strand="both", top_fraction=0.05)

Extension Hooks

Custom model families can be registered at runtime through register_model_handler(...). A handler bundle provides:

  • load
  • scan
  • optional scan_both
  • write
  • score_bounds

This makes it possible to integrate new motif representations without changing the public comparison API.

Development

Common local commands:

uv sync --group dev
uv run pytest
uv run ruff check .
uv run ruff format --check .

Focused test commands:

uv run pytest tests/test_unit.py
uv run pytest tests/test_integration.py

Bibliography

  1. Lambert, S. A., Jolma, A., Campitelli, L. F., Das, P. K., Yin, Y., Albu, M., Chen, X., Taipale, J., Hughes, T. R., & Weirauch, M. T. (2018). The human transcription factors. Cell, 172(4), 650-665. https://doi.org/10.1016/j.cell.2018.01.029

  2. Wasserman, W. W., & Sandelin, A. (2004). Applied bioinformatics for the identification of regulatory elements. Nature Reviews Genetics, 5(4), 276-287. https://doi.org/10.1038/nrg1315

  3. Park, P. J. (2009). ChIP-seq: advantages and challenges of a maturing technology. Nature Reviews Genetics, 10(10), 669-680. https://doi.org/10.1038/nrg2641

  4. Jolma, A., Kivioja, T., Toivonen, J., Cheng, L., Wei, G., Enge, M., Taipale, M., Vaquerizas, J. M., Yan, J., Sillanpaa, M. J., Bonke, M., Palin, K., Talukder, S., Hughes, T. R., Luscombe, N. M., Ukkonen, E., & Taipale, J. (2010). Multiplexed massively parallel SELEX for characterization of human transcription factor binding specificities. Genome Research, 20(6), 861-873. https://doi.org/10.1101/gr.100552.109

  5. O'Malley, R. C., Huang, S. C., Song, L., Lewsey, M. G., Bartlett, A., Nery, J. R., Galli, M., Gallavotti, A., & Ecker, J. R. (2016). Cistrome and epicistrome features shape the regulatory DNA landscape. Cell, 165(5), 1280-1292. https://doi.org/10.1016/j.cell.2016.04.038

  6. Bailey, T. L., & Elkan, C. (1994). Fitting a mixture model by expectation maximization to discover motifs in biopolymers. Proceedings of the International Conference on Intelligent Systems for Molecular Biology, 2, 28-36.

  7. Bailey, T. L. (2021). STREME: accurate and versatile sequence motif discovery. Bioinformatics, 37(18), 2834-2840. https://doi.org/10.1093/bioinformatics/btab203

  8. Heinz, S., Benner, C., Spann, N., Bertolino, E., Lin, Y. C., Laslo, P., Cheng, J. X., Murre, C., Singh, H., & Glass, C. K. (2010). Simple combinations of lineage-determining transcription factors prime cis-regulatory elements required for macrophage and B cell identities. Molecular Cell, 38(4), 576-589. https://doi.org/10.1016/j.molcel.2010.05.004

  9. Grau, J., Posch, S., Grosse, I., & Keilwagen, J. (2013). A general approach for discriminative de novo motif discovery from high-throughput data. Nucleic Acids Research, 41(21), e197. https://doi.org/10.1093/nar/gkt831

  10. Eggeling, R., Grosse, I., & Grau, J. (2017). InMoDe: tools for learning and visualizing intra-motif dependencies of DNA binding sites. Bioinformatics, 33(4), 580-582. https://doi.org/10.1093/bioinformatics/btw689

  11. Siebert, M., & Soding, J. (2016). Bayesian Markov models consistently outperform PWMs at predicting motifs in nucleotide sequences. Nucleic Acids Research, 44(13), 6055-6069. https://doi.org/10.1093/nar/gkw521

  12. Ge, W., Meier, M., Roth, C., & Soding, J. (2021). Bayesian Markov models improve the prediction of binding motifs beyond first order. NAR Genomics and Bioinformatics, 3(2), lqab026. https://doi.org/10.1093/nargab/lqab026

  13. Toivonen, J., Das, P. K., Taipale, J., & Ukkonen, E. (2020). MODER2: first-order Markov modeling and discovery of monomeric and dimeric binding motifs. Bioinformatics, 36(9), 2690-2696. https://doi.org/10.1093/bioinformatics/btaa045

  14. Mathelier, A., & Wasserman, W. W. (2013). The next generation of transcription factor binding site prediction. PLoS Computational Biology, 9(9), e1003214. https://doi.org/10.1371/journal.pcbi.1003214

  15. Levitsky, V. G., Ignatieva, E. V., Ananko, E. A., Turnaev, I. I., Merkulova, T. I., Kolchanov, N. A., & Hodgman, T. C. (2007). Effective transcription factor binding site prediction using a combination of optimization, a genetic algorithm and discriminant analysis to capture distant interactions. BMC Bioinformatics, 8, 481. https://doi.org/10.1186/1471-2105-8-481

  16. Tsukanov, A. V., Mironova, V. V., & Levitsky, V. G. (2022). Motif models proposing independent and interdependent impacts of nucleotides are related to high and low affinity transcription factor binding sites in Arabidopsis. Frontiers in Plant Science, 13, 938545. https://doi.org/10.3389/fpls.2022.938545

  17. Alipanahi, B., Delong, A., Weirauch, M. T., & Frey, B. J. (2015). Predicting the sequence specificities of DNA- and RNA-binding proteins by deep learning. Nature Biotechnology, 33(8), 831-838. https://doi.org/10.1038/nbt.3300

  18. Hassanzadeh, H. R., & Wang, M. D. (2016). DeeperBind: enhancing prediction of sequence specificities of DNA binding proteins. Proceedings of the IEEE International Conference on Bioinformatics and Biomedicine, 2016, 178-183. https://doi.org/10.1109/BIBM.2016.7822515

  19. Chen, C., Hou, J., Shi, X., Yang, H., Birchler, J. A., & Cheng, J. (2021). DeepGRN: prediction of transcription factor binding site across cell-types using attention-based deep neural networks. BMC Bioinformatics, 22, 38. https://doi.org/10.1186/s12859-020-03952-1

  20. Wang, K., Zeng, X., Zhou, J., Liu, F., Luan, X., & Wang, X. (2024). BERT-TFBS: a novel BERT-based model for predicting transcription factor binding sites by transfer learning. Briefings in Bioinformatics, 25(3), bbae195. https://doi.org/10.1093/bib/bbae195

  21. Jing Zhang, F., Zhang, S. W., & Zhang, S. (2022). Prediction of transcription factor binding sites with an attention augmented convolutional neural network. IEEE/ACM Transactions on Computational Biology and Bioinformatics, 19(6), 3614-3623. https://doi.org/10.1109/TCBB.2021.3126623

  22. Gupta, S., Stamatoyannopoulos, J. A., Bailey, T. L., & Noble, W. S. (2007). Quantifying similarity between motifs. Genome Biology, 8(2), R24. https://doi.org/10.1186/gb-2007-8-2-r24

  23. Mahony, S., & Benos, P. V. (2007). STAMP: a web tool for exploring DNA-binding motif similarities. Nucleic Acids Research, 35(Web Server issue), W253-W258. https://doi.org/10.1093/nar/gkm272

  24. Vorontsov, I. E., Kulakovskiy, I. V., & Makeev, V. J. (2013). Jaccard index based similarity measure to compare transcription factor binding site models. Algorithms for Molecular Biology, 8, 23. https://doi.org/10.1186/1748-7188-8-23

  25. Lambert, S. A., Albu, M., Hughes, T. R., & Najafabadi, H. S. (2016). Motif comparison based on similarity of binding affinity profiles. Bioinformatics, 32(22), 3504-3506. https://doi.org/10.1093/bioinformatics/btw489

  26. van Dongen, S., & Enright, A. J. (2012). Metric distances derived from cosine similarity and Pearson and Spearman correlations. arXiv preprint, arXiv:1208.3145. https://doi.org/10.48550/arXiv.1208.3145

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